What are the limits of the Random Dice Icon Plugin?
What are the limits of the Random Dice Icon Plugin?
Get Random Dice Icons - Revamped (Allows Getting the Numerical Values of the Generated Icons)
What can I do and not do with the plugin?
For example, I want to add modifiers to a roll. how can I do that if it is possible?
I know for the normal dice plugin it works like this
output ([dice(numDice+"d6") + buffs + debuffs])
But for the random dice icon plugin I cannot do that. Also is it possible to lock only specific dice with locker plugin?
@Liquefy7822 I think an alternative approach to do the
[dice(numDice+"d6") + buffs + debuffs]for the random dice icon plugin is this:[dice(numDice+'d6').sum + buffs + debuffs]The
dice(...).sumbehaves like the normaldice(...)in the original dice plugin.So, for example, if you want to multiply the dice values together, you can do this:
[dice("3d12").sum \* dice("3d20").sum \* dice("2d50").sum](backslashes in
\*must be removed)Thanks for the Help! But I would like to clarify some information. So I wanted to make this for me playing Warhammer and not needing to roll dices. random dice icon has a .icon at the end which makes things weird I think. Also I wanted to do
numDice+"d6"so I get each roll buffed by 1, like rolling a 7 if I roll a 6+1.outputs for random dice icon work like this
output [rIcon('2d6').icons]the icon part makes me unable to add anything or else I get a syntax erroralso here is the link to the generator https://perchance.org/warhammer-dice-roll#edit
Hello, sorry for late reply!
If you want to access individual dice output from the plugin, you can do so with:
[x = rIcon('2d6'), x.icons] [x.rolls[0].value] [x.rolls[1].value]Where
0is the first element in therollsarray returned by the plugin, and accessing its value with.value.If you just want to add the same buffs to all of the individual dice, you can probably just do something like this:
[x = rIcon(numDice+'d6', 'solid'), x.icons] [x.sum + (numDice * buffs) + (numDice * debuffs)]Where
numDiceis the number of dice. We then get the sum of all values in the rolls and then add the appropriate increase and decrease to the value by multiplying the increase and decrease based on the number of dice rolled and adding them to the sum of the rolls.